Masvomhu eChikoro Chesekondari

Matambudziko Emuenzaniso Uye Kukurukurirana Kwezvakatorwa Nebasa Rinobva pabasa (derivative of a function) Chinobva pabasa (derivative of a function) ipfungwa huru mukuverenga ine mashandisirwo akapararira muzvidzidzo zvakasiyana-siyana, zvakaita sefizikisi, economics, uye engineering. Chinyorwa chino chichataura nezvematambudziko akati wandei nehurukuro dzine chekuita nepfungwa yezvakatorwa nebasa kuti tinzwisise zvakadzama nyaya iyi. Tsananguro Yekutanga yeZvinobva Pabasa (Derivative) Usati… Verenga zvakawanda

Matambudziko Emuenzaniso Uye Kukurukurirana KwemaFunction Derivatives. Derivative ipfungwa huru mucalculus inoita basa rakakosha mukushandiswa kwakasiyana-siyana kwemasvomhu, fizikisi, engineering, nedzimwe sainzi. Muchinyorwa chino, tichakurukura matambudziko akati wandei ane mafunction derivatives uye tsananguro dzawo. Nekunzwisisa pfungwa yemaderivatives, tichaona zviri nyore kuashandisa kumatambudziko akasiyana-siyana. Kunzwisisa Kwekutanga KwemaDerivatives Derivatives… Verenga zvakawanda

Matambudziko Emuenzaniso Uye Kukurukurirana Kwemashandisirwo Emiganhu Yebasa. Miganhu Yebasa ipfungwa huru mukuverenga, inowanzoshandiswa kuona maitiro ebasa sezvarinosvika pane imwe nzvimbo. Mumasvomhu, kunyanya kuverenga, kunzwisisa miganhu yebasa kwakakosha pakusimbisa hwaro hwepfungwa dzakasiyana-siyana dzepamusoro dzakadai sedzinobva kune mamwe uye dzakabatana. Chinyorwa chino chichafukidza matambudziko emuenzaniso uye hurukuro ye… Verenga zvakawanda

Mienzaniso Matambudziko Kukurukura Miganhu yeMabasa eTrigonometric Sumo Muganho webasa ipfungwa huru mukuverenga, inova kukosha kunosvikika nebasa sezvo shanduko yaro ichisvika kune imwe kukosha. Muhurukuro iyi, tichatarisa pamiganhu yemabasa etrigonometric, ayo anowanzoonekwa mumashandisirwo akasiyana-siyana emasvomhu, anosanganisira fizikisi, engineering, uye sainzi yekombuta. Mabasa eTrigonometric… Verenga zvakawanda

Matambudziko Emuenzaniso Kukurukura Miganhu Yemabasa eAlgebraic. Muganho webasa realgebraic ipfungwa huru mucalculus inokurukura maitiro ebasa sezvo mitengo yaro inoshanduka inosvika pane imwe pfungwa. Kunzwisisa miganhu kwakakosha mumashandisirwo akasiyana-siyana emasvomhu, kusanganisira kuongorora kwemasvomhu uye modeling. Chinyorwa chino chichatsanangura pfungwa yemiganhu yemabasa ealgebraic nekupa mienzaniso yakati wandei yematambudziko... Verenga zvakawanda

Mienzaniso yeMibvunzo neKukurukurirana kweHunhu hweMiganhu yeBasa Nhanganyaya Muganho webasa ipfungwa huru mukuverenga inoita basa rakakosha mukuongorora masvomhu uye mashandisirwo akasiyana-siyana esainzi. Miganhu yebasa inotibatsira kunzwisisa maitiro ebasa sezvo shanduko inosvika kune imwe kukosha. Hunhu hwakawanda hwemiganhu yebasa hunotipa maturusi ekuverenga nekugadzirisa miganhu zviri nyore. Mu … Verenga zvakawanda

Matambudziko Emuenzaniso Kukurukura Tsananguro Yemiganhu Yebasa Nhanganyaya Mukuverenga, pfungwa yemiganhu yakakosha uye yakakosha. Kunzwisisa miganhu yebasa kwakakosha pakuongorora maitiro ayo sezvainoswedera pedyo nepfungwa yakatarwa. Muchinyorwa chino, tichakurukura zvakadzama tsananguro yemuganhu webasa, pamwe chete nematambudziko akati wandei emuenzaniso uye mhinduro dzawo. Chinangwa ndechekupa kunzwisisa kwakadzama kwepfungwa yemiganhu… Verenga zvakawanda

Mienzaniso yeMibvunzo neKukurukurirana kweTangents kuConic Sections Sumo Chikamu checonic ikombama inobva pakusangana kweplane ne dipolar cone. Makomba aya anosanganisira madenderedzwa, ellipses, parabolas, uye hyperbolas. Imwe nyaya inokosha mukunzwisisa zvikamu zveconic mutsetse wetangent. Tangent kuchikamu checonic mutsetse unobata kombama yechikamu checonic… Verenga zvakawanda

Mienzaniso yeMatambudziko neKukurukurirana paZvikamu zveConic zveParabolic Zvikamu zveConic inyaya yakakosha mu geometry, inosanganisira maumbirwo akasiyana-siyana akadai semadenderedzwa, ma ellipses, ma hyperbolas, uye ma parabolas. Imwe yemaumbirwo anozivikanwa uye anowanzo kutaurwa nezvawo iparabola. Maparabola ane mashandisirwo akasiyana-siyana mu masvomhu edzidziso uye muhupenyu hwezuva nezuva, senge mukugadzirwa kwema antenna eparabolic... Verenga zvakawanda

Muenzaniso Dambudziko Kukurukura Zvikamu zveConic zveHyperbolas Nhanganyaya Mumasvomhu, zvikamu zveconic, zvinowanzonzi zvikamu zveconic, makombama anowanikwa kubva pakusangana kwekoni neplane. Kune mhando huru ina dzezvikamu zveconic: madenderedzwa, maellipses, maparabola, uye mahyperbolas. Muchinyorwa chino, tichatarisa pahyperbolas, imwe mhando ye… Verenga zvakawanda